The functions \(\psi _i\)  are exactly the same as those defined in Section 3.2 of [1]} and our \(\kappa _i\)  correspond to their \(\nu _i\) . We will show that if \(\rho \)  is sufficiently large, \(\epsilon >0\)  is sufficiently small, and \(i<\epsilon N^4\) , then \(f_i\)  is intrinsic Lipschitz and the set on which \(f_i\)  and \(\psi _i\)  differ is small.
